A considerable revival of interest for these tensor models appeared with the proposition of the so-called colored tensor model [1]}.
Let us recall here that this proposition was actually made within the related group field theoretical (GFT) framework
(for general references on GFT, see the book [2]} or the review articles [3]}, [4]} or [5]}).
Shortly after, the implementation of the \(1/N\)  expansion for this colored model [6]}, [7]} largely contributed to this revival of interest. The general term of this expansion was thoroughly analyzed, from a purely combinatorial point of view, in [8]}. This analysis allowed for the implementation of the double scaling limit mechanism for the colored tensor model. In parallel, this mechanism has been implemented for a closely related model, in [9]}, using this time purely quantum field theoretical (QFT) techniques (namely, the intermediate field method).
